Principle purpose of this article is to Discuss on the Mean Value Theorem. Here explain Mean Value Theorem with mathematical explanation in calculus terms. Mean Value Theorem establishes a relation focusing the slope of a tangent line into a curve and the secant line through points on a curve at the endpoints of interval. The theorem is stated as follows. If a function f(x) is continuous on a closed interval (a, b) and differentiate on an open interval (a, b), then a minimum of one number c ∈ (a, b) exists so that, f'(c) = f(b) – f(a)/b-a.
More Post
-
Annual Report 2016-2017 of Hinduja Ventures Limited
-
A High-fat Diet can reprogram Immune Cells in Mice
-
High-temperature Superconductors
-
Internal Marketing Strategies of Prime Bank Limited
-
Annual Report 2016 of Mozaffar Hossain Spinning Mills Limited
-
Report on Business Development Strategy in Travel On Limited
Latest Post
-
Cathodic Modification
-
Anodic Protection (AP)
-
New Maps Assist Decision-makers in Considering Albedo when Planting Trees
-
Experts Fear that Climate Change will Exacerbate the Spread of Infectious Diseases
-
Curbside Pickup enhances Organic Waste Composting and Decreases Methane Emissions
-
Key Concepts of Electromagnetic Induction